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physics - motion

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Total cards: 24•Content version: v4•Public deck•Updated: 8/1/2026

Card preview (24)

#1
Front (Question)

scalar - measurements

Back (Answer)

• physical quantities described by magnitude (size) only, such as mass, time or speed • do not depend on direction; they only tell “how much” • fully defined by a numerical value and unit

#2
Front (Question)

vector - measurements

Back (Answer)

• require both magnitude and direction to be fully defined, such as velocity, force or displacement • mathematical or physical quantity possessing both magnitude (size or length) and direction

#3
Front (Question)

examples of scalars

Back (Answer)

time distance volume speed temperature

#4
Front (Question)

examples of vectors

Back (Answer)

position displacement velocity acceleration force momentum

#5
Front (Question)

Distance

Back (Answer)

Total path length in units (scalar quantity)

#6
Front (Question)

Displacement Equation

Back (Answer)

The change in position of the object from the initial position in units (vector quantity) Final position-initial position (with sign)

#7
Front (Question)

Gradient Formulas Application in motion graphs

Back (Answer)

Represents the rate of change between two variables as rise divided by run on a straight line Rise/run or y2-y1/x2-x1 Gradients describe speed on distance-time and acceleration in speed-time graphs

#8
Front (Question)

Speed

Back (Answer)

Measures how fast an object moves, regardless of direction and is a scalar quantity = distance/time

#9
Front (Question)

Velocity

Back (Answer)

Includes both magnitude and direction, making it a vector quantity representing motion precisely = displacement/time

#10
Front (Question)

Speed unit conversions

Back (Answer)

m/s ↔ km/h Multiply by 3.6 to go m/s → km/h Divide by 3.6 to go km/h → m/s

#11
Front (Question)

Instantaneous speed

Back (Answer)

Measures how fast an object moves at a specific moment, unlike average speed over time

#12
Front (Question)

average speed/velocity

Back (Answer)

over a whole journey Average velocity = total displacement ÷ total time Includes direction

#13
Front (Question)

Distance-Time Graph Basics

Back (Answer)

Distance-time graphs plot distance versus time, revealing how far an object travels and its speed through line gradients.

#14
Front (Question)

Displacement-Time Graph Insights

Back (Answer)

Displacement-time graphs show position relative to start, with gradients representing velocity including direction.

#15
Front (Question)

Interpreting Graph Gradients

Back (Answer)

Steeper gradients mean faster speed or velocity; zero gradients indicate the object is stationary.

#16
Front (Question)

Curved Lines and Acceleration

Back (Answer)

Curved lines on distance/displacement-time graphs represent de/acceleration, showing speeding up or slowing down of objects.

#17
Front (Question)

Speed-Time Graph Basics

Back (Answer)

Speed-time graphs plot speed versus time, revealing how far an object travels and its acceleration through line gradients.

#18
Front (Question)

Velocity-Time Graph Insights

Back (Answer)

Velocity-time graphs show velocity over time, with gradients representing acceleration including direction.

#19
Front (Question)

velocity-time graph area

Back (Answer)

the area under a velocity-time graph represents displacement direction must be considered (positive or negative area)

#20
Front (Question)

speed-time graph areas

Back (Answer)

the area under the line of a speed time graph gives us the distance that the object has travelled

#21
Front (Question)

Definition and Formula of acceleration

Back (Answer)

Acceleration measures the rate of velocity change and is calculated as a = (v − u) / t, showing speed variation over time. measured in m/s²

#22
Front (Question)

Positive and Negative Acceleration

Back (Answer)

Positive acceleration means speeding up, while negative acceleration, or deceleration, means slowing down or reversing speed direction.

#23
Front (Question)

force

Back (Answer)

A force is a push or pull acting on an object Measured in Newtons (N) Can change motion (speed, direction, or shape)

#24
Front (Question)

Balanced forces

Back (Answer)

Equal in size, opposite direction No change in motion